The 5 lb. Book: How to Study Text Completions
We’ve very excited because our latest book, the 5 lb Book of GRE Practice Problems, is about to hit shelves! The book contains more than 1,100 pages of practice problems (and solutions), so you can drill on anything and everything that might be giving you trouble.
Let’s try out one of the problems! This Text Completion (TC) problem has just one blank, so give yourself approximately 45 seconds to get to your answer. Afterwards, we’ll solve the problem and also discuss how to approach TC questions in general.
After many years of war and bloodshed, some become ____________ suffering, casting a blind eye to scenes of misery around them.
inured to exempted from dominant over effusive towards maudlin over © ManhattanPrep, 2013
There are several important steps that help us to answer TC questions both effectively and efficiently.
(1) Read only the sentence
Read all the way to the period, but do NOT then jump to the answer choices. Instead
The Math Beast Challenge Problem of the Week – January 28, 2013
Quantity A
Quantity B
a + 4b
Free GRE Events This Week: Jan 28- Feb 3
Here are the free GRE events we’re holding this week (All times local unless otherwise specified):
1/28/13– Chicago, IL-Free Trial Class- 6:30- 9:30 PM
1/28/13– Online- Mondays with Jen– 9:00- 10:30 PM (EST)
Looking for more free events? Check out our Free Events Listing Page.
The Math Beast Challenge Problem of the Week – January 21, 2013
How many of the integers that satisfy the inequality (x + 2)2(x + 3)(x “ 1) ≤ 0 are less than 0?
Free GRE Events This Week: Jan 21- Jan 27
Here are the free GRE events we’re holding this week (All times local unless otherwise specified):
1/22/13– Los Angeles, CA-Free Trial Class- 6:30- 9:30 PM
1/22/13– New York, NY- Free Trial Class– 6:30- 9:30 PM
1/23/13– Atlanta, GA- Free Trial Class– 6:30- 9:30 PM
Looking for more free events? Check out our Free Events Listing Page.
Free GRE Events This Week: Jan 14- Jan 20
Here are the free GRE events we’re holding this week (All times local unless otherwise specified):
1/14/13– Boston, MA- Free Trial Class– 6:30- 9:30 PM
1/14/13– Chicago, IL- Free Trial Class– 6:30- 9:30 PM
1/14/13– Online- Free Trial Class– 8:00- 11:00 PM (EST)
1/14/13– Berkeley, CA- Free Trial Class– 6:30- 9:30 PM
1/14/13– Online- Mondays with Jen– 9:00- 10:30 PM (EST)
Looking for more free events? Check out our Free Events Listing Page.
This Fraction Problem Is Harder Than It Looks
I’ve spoken with multiple students lately who received a disappointing (lower than they were expecting) score on the quant section and who all said that the quant felt relatively easy or straightforward. How is that possible?
First of all, thinking that a test like the GRE is easy is actually a warning sign: unless you are poised to get a perfect score, chances are you’re missing something. Some of the questions are really very challenging and they should feel hard even to someone like me (who did get a perfect score on this test! 🙂 ).
Second, the test writers are phenomenal at writing questions that don’t seem all that complicated but are in fact your worst nightmare. My worst nightmare is not an impossible question “ I know I can’t do it, so I just pick an answer and move on. My worst nightmare is a question that I think I can do, and I spend a decent chunk of time doing it, and then I get it wrong anyway “ even though I’m sure I got it right!
The problem I’ve chosen is actually a GMAT problem; I chose it because it perfectly illustrates the point that I’m trying to make, and it is actually in the same form as GRE problems. Try this GMATPrep problem and you might see what I mean. Set your timer for 2 minutes. and GO!
* Of the 3,600 employees of Company X, 1/3 are clerical. If the clerical staff were to be reduced by 1/3, what percent of the total number of the remaining employees would then be clerical?
(A) 25%
(B) 22.2%
(C) 20%
(D) 12.5%
(E) 11.1%
What’s hard about this one? It looks completely straightforward!
The Math Beast Challenge Problem of the Week – January 7, 2013
100 jellybeans were distributed to a group of 9 people such that the 3 people with the most jellybeans have 60 jellybeans among them, and no one has fewer than 5 jellybeans. What is the maximum possible ratio of the number of jellybeans held by the person with the most to number of jellybeans held by the person with the least?